Parametric vector equation OF a line

Illustration based upon parametric form OF equation OF line || Distance OF a point from given line

Parametric form OF Equation OF line

Parametric form OF Equation OF line

illustration Based upon Parametric Form OF Equation OF Line || Distance OF a point from given Line

Equation OF Tangent|| Cartesian and Parametric form|| Equation OF Normal|| Point OF Intercept OF 2 Tangent|| Optical Problem OF Parabola

The parametric equation of a line is given by x=-2+(r)/(sqrt(10)) and y=1+3(r)/(sqrt(10)) :

Important point || Linear combination || Vector equation OF line, Illustration

The parametric equation of a line is given by x=-2+(r)/(sqrt(10)),y=1+(3r)/(sqrt(10))* then the area of the triangle formed by the line with the axes is (in sq.units)

Parametric Equation OF Line and illustration

Parametric Equation OF Line and illustration